Approximations in General Relativity
ORAL · K14 ·
Presentations
-
A solution to the Fouth order Killing Equations
ORAL
–
Authors
-
Jeandrew Brink
- CALTECH
-
-
Self-force with numerical relativity tools
ORAL
–
Authors
-
Ian Vega
- University of Guelph
-
Peter Diener
- Louisiana State University
-
Wolfgang Tichy
- Florida Atlantic University
- FAU
-
Steven Detwiler
- University of Florida
-
-
Hamiltonian of a spinning test-particle in curved spacetime
ORAL
–
Authors
-
Enrico Barausse
- University of Maryland
-
Etienne Racine
- university of Maryland
-
Alessandra Buonanno
- University of Maryland
-
-
Analysis of extreme mass ratio inspirals in Kerr: Transition from inspiral to plunge
ORAL
–
Authors
-
Tanja Hinderer
- Caltech
-
-
Geometry and dynamics of a tidally deformed black hole
ORAL
–
Authors
-
Eric Poisson
- University of Guelph
-
-
Accurate analytical waveforms of coalescing binary black holes
ORAL
–
Authors
-
Yi Pan
- University of Maryland
-
-
Searching for a Carter-like constant of motion in the Bach-Weyl solution
ORAL
–
Authors
-
Saeed Mirshekari
- Washington University, St. Louis
-
Clifford Will
- Washington University, St. Louis
- Washington University in St. Louis
-
-
A Hybrid Approximation Technique for Head-on Black-Hole-Binary Mergers
ORAL
–
Authors
-
David Nichols
- California Institute of Technology
-
Yanbei Chen
- California Institute of Technology
-
Drew Keppel
- California Institute of Technology
-
Geoffrey Lovelace
- Cornell University
-
Ulrich Sperhake
- California Institute of Technology
-
-
Gravitational self-force meets the post-Newtonian approximation in extreme-mass ratio inspiral of binary black holes
ORAL
–
Authors
-
Steven Detweiler
- University of Florida
-